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From the time-wise to space-wise GOCE observables

机译:从时间到空间GOCE观测值

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The observables of the GOCE three-axis gradiometerare taken in time, along the orbit and, in the timewiseproposal, filtered to stay in the measurement bandwidth,i.e. in the frequency interval between 0.005 and 0.1Hz. Asa consequence, the resulting “observable" is a convolutionof the original data stream with a time-wise weighting kernel.In other words, we cannot assume that the observationsare point-wise evaluations of any function and so, in a spacewiseapproach, any averaging or interpolating operation toobtain gridded spatial data has little sense.The problem is therefore to model correctly the observationalfunctionals, including the correlation along the orbit.This can be done by exploiting theWiener filter theory, usingthe prior knowledge of a geopotential model and the powerspectral density (PSD) of the measurement error.A numerical simulation from the EGM96 model (degreesbetween 50 and 300) is performed, showing that thealong track Wiener filter produces Trr spatialized observableswith an error standard deviation of the order of 5 mE.A covariance function of the estimation error is also providedby the Wiener filter theory. The use of these filteredobservables in a space-wise approach allows for the reconstructionof the gravity field in terms of spherical harmonicsup to degree 200.Key words. Satellite gradiometry, space-wise approach,measurement bandwidth, Wiener filter
机译:GOCE三轴梯度仪的可观测物沿轨道及时获取,并按时间建议被过滤以保留在测量带宽内,即在0.005和0.1Hz之间的频率间隔中。结果,结果“可观察”是原始数据流与时间加权内核的卷积。换句话说,我们不能假定观测值是任何函数的逐点求值,因此,在空间方法中,任何平均值或进行插值运算以获取栅格化空间数据几乎没有意义。因此,问题在于正确建模观测功能,包括沿轨道的相关性。这可以通过利用维纳滤波理论,使用先验的地势模型和功率谱密度(PSD)来完成)。从EGM96模型(在50到300之间的度数)中进行了数值模拟,结果表明沿着轨道维纳滤波器产生的T rr 空间可观测量的误差标准偏差为5 mE量级。 Wiener滤波器理论还提供了估计误差的协方差函数,这些滤波后的可观测值在空间方法中的使用可以根据球谐函数将重力场重建到200度。 关键词。卫星梯度法,空间方法,测量带宽,维纳滤波器

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